Diferencia entre revisiones de «Lecturas del año 2011»
(New page: == Lecturas de Enero de 2011 == * [http://goo.gl/95csF Does Godel's theorem matter to mathematics?] * [http://goo.gl/LBsyx Distributed SAT]. #SAT * [http://posgrado.escom.ipn.mx/bibliotec...) |
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== Lecturas de Enero de 2011 == | == Lecturas de Enero de 2011 == | ||
− | * [http://goo.gl/ | + | * [http://goo.gl/oB0FX Semantic web reasoners and languages] #RA #WS |
− | + | * [http://bit.ly/emHhvZ El 2011 y los números primos (en Haskell)] #Haskell | |
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− | * [http://bit.ly/emHhvZ El 2011 y los números primos (en Haskell)] #Haskell | ||
* [http://bit.ly/ebNi54 The dialectica interpertation in Coq] #Coq | * [http://bit.ly/ebNi54 The dialectica interpertation in Coq] #Coq | ||
− | * [http://bit.ly/heSTJJ Errores aritméticos en Haskell y en Lisp] #Haskell #Lisp | + | * [http://bit.ly/heSTJJ Errores aritméticos en Haskell y en Lisp] #Haskell #Lisp |
* [http://bit.ly/gLU60K Why Lisp is a big hack (and Haskell is doomed to succeed)] #Lisp #Haskell | * [http://bit.ly/gLU60K Why Lisp is a big hack (and Haskell is doomed to succeed)] #Lisp #Haskell | ||
− | * [http://bit.ly/h5v14x ProofWiki y la verificación de las demostraciones matemáticas] #Verificación #MKM | + | * [http://bit.ly/h5v14x ProofWiki y la verificación de las demostraciones matemáticas] #Verificación #MKM |
* [http://bit.ly/fMi9V7 A quick and gentle guide to constraint logic programming via ECLiPSe] #PL #Restricciones | * [http://bit.ly/fMi9V7 A quick and gentle guide to constraint logic programming via ECLiPSe] #PL #Restricciones | ||
* [http://bit.ly/gb4Dn9 A language for mathematical knowledge management] #MKM | * [http://bit.ly/gb4Dn9 A language for mathematical knowledge management] #MKM | ||
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* [http://goo.gl/W9svV The pitfalls of verifying floating-point computations] #Verificación | * [http://goo.gl/W9svV The pitfalls of verifying floating-point computations] #Verificación | ||
* [http://goo.gl/xs5IG Floats and ropes: A case study for formal numerical program verification] #Coq. | * [http://goo.gl/xs5IG Floats and ropes: A case study for formal numerical program verification] #Coq. | ||
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* [http://bit.ly/gC0m7p Formal reliability analysis of combinational circuits using theorem proving] #HOL | * [http://bit.ly/gC0m7p Formal reliability analysis of combinational circuits using theorem proving] #HOL | ||
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* [http://bit.ly/hrwBXD Programación funcional con Haskell] #Libro #Haskell | * [http://bit.ly/hrwBXD Programación funcional con Haskell] #Libro #Haskell | ||
* [http://bit.ly/eGqBDZ Certifying compilers using higher-order theorem provers as certificate checker] #Isabelle #Coq | * [http://bit.ly/eGqBDZ Certifying compilers using higher-order theorem provers as certificate checker] #Isabelle #Coq | ||
− | * [http://bit.ly/ht6544 El tipo abstracto de datos de las colas en Haskell] #Haskell | + | * [http://bit.ly/ht6544 El tipo abstracto de datos de las colas en Haskell] #Haskell |
== Lecturas de Febrero de 2011 == | == Lecturas de Febrero de 2011 == | ||
− | * [http://bit.ly/eZiRVL Deducción natural en lógica proposicional con Isabelle/Isar] #Isabelle | + | * [http://bit.ly/eZiRVL Deducción natural en lógica proposicional con Isabelle/Isar] #Isabelle |
− | * [http://bit.ly/hTYRXf Deducción natural en lógica de primer orden con Isabelle/Isar] #Isabelle | + | * [http://bit.ly/hTYRXf Deducción natural en lógica de primer orden con Isabelle/Isar] #Isabelle |
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* [http://bit.ly/hZdkPN A novel formalization of symbolic trajectory evaluation semantics in Isabelle/HOL]. #Isabelle | * [http://bit.ly/hZdkPN A novel formalization of symbolic trajectory evaluation semantics in Isabelle/HOL]. #Isabelle | ||
− | * [http://bit.ly/gcvJNz El tipo abstracto de datos de las colas de prioridad en Haskell] #Haskell | + | * [http://bit.ly/gcvJNz El tipo abstracto de datos de las colas de prioridad en Haskell] #Haskell |
* [http://bit.ly/epypbt Program verification and functioning of operative computing revisited: How about mathematics engineering?] #Verificación | * [http://bit.ly/epypbt Program verification and functioning of operative computing revisited: How about mathematics engineering?] #Verificación | ||
− | * [http://bit.ly/hIeQQi El próximo después de 1811] #Haskell | + | * [http://bit.ly/hIeQQi El próximo después de 1811] #Haskell |
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* [http://bit.ly/fTekAA Charming proofs: A journey into elegant mathematics] #Libro #DAO | * [http://bit.ly/fTekAA Charming proofs: A journey into elegant mathematics] #Libro #DAO | ||
* [http://bit.ly/fpnnu7 Functional binomial queues] #RF #Isabelle | * [http://bit.ly/fpnnu7 Functional binomial queues] #RF #Isabelle | ||
* [http://bit.ly/glOw9x Lower semicontinuous functions] #RF #Isabelle | * [http://bit.ly/glOw9x Lower semicontinuous functions] #RF #Isabelle | ||
− | * [http://bit.ly/hvqHiB Lógica Informática (2010-11)] # | + | * [http://bit.ly/hvqHiB Lógica Informática (2010-11)] #LI |
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* [http://bit.ly/i9FH8v Artificial intelligence (Foundations of computational agents)] #Libro #IA | * [http://bit.ly/i9FH8v Artificial intelligence (Foundations of computational agents)] #Libro #IA | ||
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== Lecturas de Marzo de 2011 == | == Lecturas de Marzo de 2011 == | ||
* [http://bit.ly/hJWFDv Software verification turns maintstream] #Verificación | * [http://bit.ly/hJWFDv Software verification turns maintstream] #Verificación | ||
− | * [http://rok.strnisa.com/thesis/thesis.pdf Formalising, improving, and reusing the Java | + | * [http://rok.strnisa.com/thesis/thesis.pdf Formalising, improving, and reusing the Java module system] http://bit.ly/dF68vF #Tesis #Isabelle |
* [http://goo.gl/D4L3j SMT solvers: new oracles for the HOL theorem prover] #SMT #HOL4 | * [http://goo.gl/D4L3j SMT solvers: new oracles for the HOL theorem prover] #SMT #HOL4 | ||
− | * [http://bit.ly/e3QiRU Isabelle como un lenguaje funcional] #Isabelle | + | * [http://bit.ly/e3QiRU Isabelle como un lenguaje funcional] #Isabelle |
− | * [http://bit.ly/fKKC3D El tipo abstracto de datos de las pilas en Haskell] #Haskell | + | * [http://bit.ly/fKKC3D El tipo abstracto de datos de las pilas en Haskell] #Haskell |
− | * [http://bit.ly/hBKzIz El tipo abstracto de datos de las colas en Haskell] #Haskell | + | * [http://bit.ly/hBKzIz El tipo abstracto de datos de las colas en Haskell] #Haskell |
* [http://goo.gl/oUlcY Executable transitive closures of finite relations] #RF #Isabelle | * [http://goo.gl/oUlcY Executable transitive closures of finite relations] #RF #Isabelle | ||
− | + | + [http://goo.gl/FoL94 Reduced ordered binary decision diagram with implied literals: A new knowledge compilation approach] #AR | |
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* [http://goo.gl/2fK3d Introduction to artificial intelligence] #Libro #IA | * [http://goo.gl/2fK3d Introduction to artificial intelligence] #Libro #IA | ||
− | + | * [http://goo.gl/NXhJI Experience report: Functional programming through deep time (Modeling the first complex ecosystems on Earth)] #Haskell | |
− | * [http://goo.gl/NXhJI Experience report: Functional programming through deep | ||
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* [http://bit.ly/gE69RT Logic-based artificial intelligence] #Libro #IA | * [http://bit.ly/gE69RT Logic-based artificial intelligence] #Libro #IA | ||
* [http://bit.ly/f4JcZN A Formalization of the C99 Standard in HOL, Isabelle and Coq] #HOL #Isabelle #Coq | * [http://bit.ly/f4JcZN A Formalization of the C99 Standard in HOL, Isabelle and Coq] #HOL #Isabelle #Coq | ||
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* [http://goo.gl/bxSx7 An approach to modular and testable security models of real-world health-care applications] #Isabelle | * [http://goo.gl/bxSx7 An approach to modular and testable security models of real-world health-care applications] #Isabelle | ||
* [http://bit.ly/fTzgF0 Psi-calculi: a framework for mobile processes with nominal data and logic] #Isabelle | * [http://bit.ly/fTzgF0 Psi-calculi: a framework for mobile processes with nominal data and logic] #Isabelle | ||
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* [http://goo.gl/aKNFv Simplification rules for intuitionistic propositional tableaux] #AR | * [http://goo.gl/aKNFv Simplification rules for intuitionistic propositional tableaux] #AR | ||
* [http://bit.ly/e0qElc A fast and verified algorithm for proving store-and-forward networks deadlock-free] #ACL2 | * [http://bit.ly/e0qElc A fast and verified algorithm for proving store-and-forward networks deadlock-free] #ACL2 | ||
* [http://bit.ly/h7oESi Gestión mecanizada del conocimiento matemático en Topología algebraica] #Tesis #ACL2 | * [http://bit.ly/h7oESi Gestión mecanizada del conocimiento matemático en Topología algebraica] #Tesis #ACL2 | ||
* [http://bit.ly/faUvcE The first formalized math wiki is here] #MKM | * [http://bit.ly/faUvcE The first formalized math wiki is here] #MKM | ||
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* [http://bit.ly/hXvjFF Extending Sledgehammer with SMT Solvers] #Isabelle #SMT | * [http://bit.ly/hXvjFF Extending Sledgehammer with SMT Solvers] #Isabelle #SMT | ||
* [http://bit.ly/eTdbPY Book of proof] #Libro #DAO | * [http://bit.ly/eTdbPY Book of proof] #Libro #DAO | ||
* [http://bit.ly/hTeyJl The general triangle is unique] #RF #Isabelle | * [http://bit.ly/hTeyJl The general triangle is unique] #RF #Isabelle | ||
* [http://bit.ly/fPmmPo NASA Formal Methods] #Libro #MF #Verificación | * [http://bit.ly/fPmmPo NASA Formal Methods] #Libro #MF #Verificación | ||
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* [http://bit.ly/eGDE9E Haskell for the cloud] #Haskell | * [http://bit.ly/eGDE9E Haskell for the cloud] #Haskell | ||
* [http://bit.ly/gx9OfA The opentheory standard theory library] #Verificación | * [http://bit.ly/gx9OfA The opentheory standard theory library] #Verificación | ||
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* [http://bit.ly/g0ybyb A Wiki for formal mathematics] #MKM | * [http://bit.ly/g0ybyb A Wiki for formal mathematics] #MKM | ||
* [http://bit.ly/eNHWj1 Recent developments in computing and philosophy] #Prover9 | * [http://bit.ly/eNHWj1 Recent developments in computing and philosophy] #Prover9 | ||
− | * [http:// | + | * [http://goo.gl/VoA8C Constructive formalization of classical modal logic]. #Coq |
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* [http://bit.ly/iYb67t Proving equality between streams] #Coq | * [http://bit.ly/iYb67t Proving equality between streams] #Coq | ||
* [http://bit.ly/dOkauQ The limits of correctness] #Verificación | * [http://bit.ly/dOkauQ The limits of correctness] #Verificación | ||
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== Lecturas de Mayo de 2011 == | == Lecturas de Mayo de 2011 == | ||
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* [http://bit.ly/hi9u3T Balancing weight-balanced trees] #Coq #Haskell | * [http://bit.ly/hi9u3T Balancing weight-balanced trees] #Coq #Haskell | ||
* [http://bit.ly/gDCUy0 A formal programming model of Orléans skeleton library] #Coq | * [http://bit.ly/gDCUy0 A formal programming model of Orléans skeleton library] #Coq | ||
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* [http://bit.ly/jkEZGy Haskell: Not pure enough?] #Haskell | * [http://bit.ly/jkEZGy Haskell: Not pure enough?] #Haskell | ||
* [http://bit.ly/lT7IZ3 Verified stack-based genetic programming via dependent types] #RF #Agda #IA | * [http://bit.ly/lT7IZ3 Verified stack-based genetic programming via dependent types] #RF #Agda #IA | ||
− | * [http://bit.ly/lDrbjG Sorpresa sumando potencias de 2 en Haskell] #Haskell | + | * [http://bit.ly/lDrbjG Sorpresa sumando potencias de 2 en Haskell] #Haskell |
* [http://bit.ly/kzKmwS A list-machine benchmark for mechanized metatheory] #AR | * [http://bit.ly/kzKmwS A list-machine benchmark for mechanized metatheory] #AR | ||
* [http://bit.ly/ls0jmQ The locally nameless representation] #AR | * [http://bit.ly/ls0jmQ The locally nameless representation] #AR | ||
* [http://bit.ly/j1Ma1D Formalização da prova do teorema de existência de unificadores mais gerais em teorias de primeira-ordem] #TFM #PVS | * [http://bit.ly/j1Ma1D Formalização da prova do teorema de existência de unificadores mais gerais em teorias de primeira-ordem] #TFM #PVS | ||
* [http://bit.ly/lxkECl Solving Rubik's cube using SAT solvers] #SAT | * [http://bit.ly/lxkECl Solving Rubik's cube using SAT solvers] #SAT | ||
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* [http://slidesha.re/iwSxsW Programação funcional: Novos horizontes para a expansão da consciência] #PF | * [http://slidesha.re/iwSxsW Programação funcional: Novos horizontes para a expansão da consciência] #PF | ||
* [http://bit.ly/lL64ln Computer certified efficient exact reals in Coq] #Coq | * [http://bit.ly/lL64ln Computer certified efficient exact reals in Coq] #Coq | ||
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* [http://bit.ly/kYxElW ALPprolog — A new logic programming method for dynamic domains] #PL | * [http://bit.ly/kYxElW ALPprolog — A new logic programming method for dynamic domains] #PL | ||
* [http://bit.ly/mBQXgl Logical formalization of semantic business vocabulary and Rules] #RC | * [http://bit.ly/mBQXgl Logical formalization of semantic business vocabulary and Rules] #RC | ||
− | * [http://bit.ly/illSo The proof is in the pudding (The changing nature of mathematical proof)] #Libro | + | * [http://bit.ly/illSo The proof is in the pudding (The changing nature of mathematical proof)] #Libro #LI |
* [http://goo.gl/JzUX7 Knowledge-based programs] #RF #Isabelle | * [http://goo.gl/JzUX7 Knowledge-based programs] #RF #Isabelle | ||
* [http://bit.ly/kH7Xz7 Elegance and power] #Haskell | * [http://bit.ly/kH7Xz7 Elegance and power] #Haskell | ||
* [http://bit.ly/iiAhk5 Validated compilation through logic] #Verificación | * [http://bit.ly/iiAhk5 Validated compilation through logic] #Verificación | ||
− | * [http://bit.ly/jXmH4d Teaching computational logic: Technology-enhanced learning and animations] #Enseñanza | + | * [http://bit.ly/jXmH4d Teaching computational logic: Technology-enhanced learning and animations] #Enseñanza #LI |
* [http://bit.ly/k0HycO Sigma: An integrated development environment for formal ontology] #RC | * [http://bit.ly/k0HycO Sigma: An integrated development environment for formal ontology] #RC | ||
* [http://bit.ly/m3Qmr3 Termination of Isabelle functions via termination of rewriting] #AR #Isabelle | * [http://bit.ly/m3Qmr3 Termination of Isabelle functions via termination of rewriting] #AR #Isabelle | ||
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* [http://bit.ly/mLskMG Solving the unsolvable] #AR | * [http://bit.ly/mLskMG Solving the unsolvable] #AR | ||
* [http://bit.ly/kJTmix Type classes for efficient exact real arithmetic in Coq] #Coq | * [http://bit.ly/kJTmix Type classes for efficient exact real arithmetic in Coq] #Coq | ||
− | * [http://bit.ly/lbXy2P Un problema de las olimpiadas rusas en Haskell] #Haskell | + | * [http://bit.ly/lbXy2P Un problema de las olimpiadas rusas en Haskell] #Haskell |
* [http://bit.ly/lcO4n8 BDDs verified in a proof assistant] #Isabelle | * [http://bit.ly/lcO4n8 BDDs verified in a proof assistant] #Isabelle | ||
− | * [http:// | + | * [http://bit.ly/15QJQO6 Embedding and automating conditional logics in classical higher-order logic]. |
− | * [http://bit.ly/iJwaDm Incidence simplicial matrices formalized in Coq/SSReflect]. | + | * [http://bit.ly/iJwaDm Incidence simplicial matrices formalized in Coq/SSReflect]. #RF #Coq |
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* [http://bit.ly/khYlHh Isabelle repository for relational and algebraic methods] #Isabelle | * [http://bit.ly/khYlHh Isabelle repository for relational and algebraic methods] #Isabelle | ||
* [http://bit.ly/kPQSDw Automated engineering of relational and algebraic methods in Isabelle/HOL] #Isabelle | * [http://bit.ly/kPQSDw Automated engineering of relational and algebraic methods in Isabelle/HOL] #Isabelle | ||
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== Lecturas de Julio de 2011 == | == Lecturas de Julio de 2011 == | ||
* [http://bit.ly/kANpSp SAT solver of Howe & King as a logic program] #SAT #PL | * [http://bit.ly/kANpSp SAT solver of Howe & King as a logic program] #SAT #PL | ||
− | * [http://bit.ly/jGEdXT Razonamiento formalizado para la enseñanza de las matemáticas]. | + | * [http://bit.ly/jGEdXT Razonamiento formalizado para la enseñanza de las matemáticas]. #Enseñanza |
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* [http://bit.ly/m4SyOB El problema de las puertas en Haskell]. #Haskell | * [http://bit.ly/m4SyOB El problema de las puertas en Haskell]. #Haskell | ||
* [http://bit.ly/qa3Pu4 Metadata for a mathematical wiki: Initial experiments]. #Mizar | * [http://bit.ly/qa3Pu4 Metadata for a mathematical wiki: Initial experiments]. #Mizar | ||
* [http://bit.ly/pTzB4X Logical verification]. #Coq | * [http://bit.ly/pTzB4X Logical verification]. #Coq | ||
* [http://bit.ly/rgkvHw Formal proofs for theoretical properties of Newton's method]. #Coq | * [http://bit.ly/rgkvHw Formal proofs for theoretical properties of Newton's method]. #Coq | ||
− | * [http:// | + | * [http://bit.ly/nKPwlE Formalisation de la logique de description ALC dans l'assistant de preuve Coq]. #Coq, #ALC |
− | * [http:// | + | * [http://bit.ly/kZaZtJ Vérification d'une méthode de preuve pour la logique de description ALC]. #Isabelle. #ALC |
* [http://bit.ly/oVkDGz A critique of Abelson and Sussman or why calculating is better than scheming]. #Haskell, #Lisp | * [http://bit.ly/oVkDGz A critique of Abelson and Sussman or why calculating is better than scheming]. #Haskell, #Lisp | ||
− | * [http:// | + | * [http://bit.ly/pk7cbV Experiments with computable matrices in the Coq system]. #Coq |
− | * [http:// | + | * [http://bit.ly/r5Vyxr Computing the homology of groups: the geometric way]. #Kenzo |
* [http://bit.ly/qr2Mxy Peut-on faire des mathématiques avec un ordinateur?]. #ME | * [http://bit.ly/qr2Mxy Peut-on faire des mathématiques avec un ordinateur?]. #ME | ||
* [http://bit.ly/oPpVNf The theory behind TheoryMind]. #Isabelle | * [http://bit.ly/oPpVNf The theory behind TheoryMind]. #Isabelle | ||
− | * [http:// | + | * [http://1.usa.gov/10kHDSI Provably correct conflict prevention bands algorithms]. #PVS |
* [http://bit.ly/oe6zF6 Peut-on avoir confiance en l'informatique?]. #Verificación | * [http://bit.ly/oe6zF6 Peut-on avoir confiance en l'informatique?]. #Verificación | ||
− | * [http://bit.ly/ | + | * [http://bit.ly/165i0xu Automated theorem provers a practical tool for the working mathematician]. #DAO |
− | + | * [http://bit.ly/q4rgao Expresiones aritméticas mediante tipos abstracto de datos y polinomios]. #Haskell | |
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− | * [http://bit.ly/q4rgao Expresiones aritméticas mediante tipos abstracto de datos y polinomios]. #Haskell | ||
* [http://bit.ly/qcEEP5 A verified runtime for a verified theorem prover]. #ACL2 | * [http://bit.ly/qcEEP5 A verified runtime for a verified theorem prover]. #ACL2 | ||
− | * [http:// | + | * [http://bit.ly/r7UdbU A framework for automated and certified refinement steps]. #Isabelle |
− | * [http://bit.ly/pNvssL Descomposiciones en sumas de cuadrados en Haskell]. #Haskell | + | * [http://bit.ly/pNvssL Descomposiciones en sumas de cuadrados en Haskell]. #Haskell |
− | * [http:// | + | * [http://bit.ly/ZPi0NX Interactive proof introduction to IsabelleHOL]. #Isabelle |
− | * [http:// | + | * [http://bit.ly/nw08Rv Coq au vin (The Coq proof assistant and the Curry-Howard correspondence)] #Coq |
− | * [ | + | * [http://goo.gl/ZAco9 Hardware languages and proof]. #Tesis #PVS #SAL |
== Lecturas de Agosto de 2011 == | == Lecturas de Agosto de 2011 == | ||
− | * [http:// | + | * [http://bit.ly/pduUUG Theorem proving for verification (the early days)] #Historia |
* [http://bit.ly/qfAZ27 Selecting attributes for sport forecasting using formal concept analysis] #AFC | * [http://bit.ly/qfAZ27 Selecting attributes for sport forecasting using formal concept analysis] #AFC | ||
− | * [http:// | + | * [http://bit.ly/q0AQgk Formal methods: practice and experience] #MF |
− | + | * [http://bit.ly/nfJwRq Automated deduction for verification] #DAT | |
− | * [http:// | + | * [http://bit.ly/nwijw4 Software model checking] #Model_checking |
− | * [http:// | + | * [http://bit.ly/oFiJ88 The verified software initiative: A Manifesto] #Verificación |
− | * [http:// | + | * [http://bit.ly/r4TQkK How can i do that with ACL2 recent enhancements to ACL2] #ACL2 |
− | * [http:// | + | * [http://bit.ly/qEjVIz Algebraic proofs over noncommutative formulas] #Cálculo_polinomial |
− | * [http:// | + | * [http://bit.ly/qRkklL Studies in algebraic and propositional proof complexity] #Tesis #Cálculo_polinomial |
− | * [http:// | + | * [http://1.usa.gov/rb9az9 Formalization of an efficient representation of Bernstein polynomials and applications to global optimization] #PVS |
− | * [http:// | + | * [http://bit.ly/rjJB6I Automating algebraic methods in Isabelle] #Isabelle |
− | * [http:// | + | * [http://bit.ly/paJBz4 A repository for Tarski-Kleene Algebras] #Isabelle |
− | * [http:// | + | * [http://bit.ly/qGQh39 Emergence and refinement] #Emergencia, #Refinamentos |
− | * [ | + | * [http://bit.ly/prCB4P Automated proving in geometry using Gröbner bases in Isabelle/HOL] #Isabelle |
− | * [http:// | + | * [http://bit.ly/nv2mnI How efficient can fully verified functional programs be - A case study of graph traversal algorithms] #Isabelle |
− | * [http:// | + | * [http://bit.ly/q2TqXx Imperative functional programming with Isabelle/HOL] #Isabelle |
− | * [http:// | ||
* [http://www.cs.utexas.edu/~jared/publications/2011-memocode-centaur.pdf A flexible formal verification framework for industrial scale validation] #ACL2 | * [http://www.cs.utexas.edu/~jared/publications/2011-memocode-centaur.pdf A flexible formal verification framework for industrial scale validation] #ACL2 | ||
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* [http://www.cs.utexas.edu/~jared/publications/2011-acl2-bitblast.pdf Bit-blasting ACL2 theorems] #ACL2 #GL | * [http://www.cs.utexas.edu/~jared/publications/2011-acl2-bitblast.pdf Bit-blasting ACL2 theorems] #ACL2 #GL | ||
* [http://repositories.lib.utexas.edu/bitstream/handle/2152/ETD-UT-2010-12-2210/SWORDS-DISSERTATION.pdf?sequence=1 A verified framework for symbolic execution in the ACL2 theorem prover]. #ACL2 #GL | * [http://repositories.lib.utexas.edu/bitstream/handle/2152/ETD-UT-2010-12-2210/SWORDS-DISSERTATION.pdf?sequence=1 A verified framework for symbolic execution in the ACL2 theorem prover]. #ACL2 #GL | ||
* [http://www.ccs.neu.edu/home/harshrc/ITaITP.pdf Integrating testing and interactive theorem proving] #ACL2 | * [http://www.ccs.neu.edu/home/harshrc/ITaITP.pdf Integrating testing and interactive theorem proving] #ACL2 | ||
* [http://ertos.nicta.com.au/publications/papers/Sewell_WGMAK.pdf seL4 enforces integrity] #Isabelle | * [http://ertos.nicta.com.au/publications/papers/Sewell_WGMAK.pdf seL4 enforces integrity] #Isabelle | ||
− | |||
* [http://hvg.ece.concordia.ca/Publications/Conferences/NFM2011.pdf Towards flight control verification using automated theorem proving] #MetiTarski | * [http://hvg.ece.concordia.ca/Publications/Conferences/NFM2011.pdf Towards flight control verification using automated theorem proving] #MetiTarski | ||
* [http://www.cl.cam.ac.uk/~pes20/ott/ott-jfp.pdf Ott: Effective tool support for the working semanticist]. #Ott #Coq #Isabelle #HOL | * [http://www.cl.cam.ac.uk/~pes20/ott/ott-jfp.pdf Ott: Effective tool support for the working semanticist]. #Ott #Coq #Isabelle #HOL | ||
Línea 233: | Línea 197: | ||
* [http://hal.inria.fr/inria-00614041/PDF/ArmandAl.pdf Verifying SAT and SMT in Coq for a fully automated decision procedure]. #Coq #SAT #SMT | * [http://hal.inria.fr/inria-00614041/PDF/ArmandAl.pdf Verifying SAT and SMT in Coq for a fully automated decision procedure]. #Coq #SAT #SMT | ||
* [http://afp.sourceforge.net/entries/Max-Card-Matching.shtml Maximum cardinality matching]. #Isabelle | * [http://afp.sourceforge.net/entries/Max-Card-Matching.shtml Maximum cardinality matching]. #Isabelle | ||
− | |||
* [http://afp.sourceforge.net/entries/Gauss-Jordan-Elim-Fun.shtml Gauss-Jordan elimination for matrices represented as functions]. #Isabelle | * [http://afp.sourceforge.net/entries/Gauss-Jordan-Elim-Fun.shtml Gauss-Jordan elimination for matrices represented as functions]. #Isabelle | ||
− | * [Verification of dependable software using Spark and Isabelle]. #Isabelle | + | * [http://goo.gl/LyRYt Verification of dependable software using Spark and Isabelle]. #Isabelle |
− | * [Verification of programs in virtual memory using separation logic]. #Isabelle | + | * [http://goo.gl/W6eUw Verification of programs in virtual memory using separation logic]. #Isabelle |
− | * [Automated specification analysis using an interactive theorem prover]. #ACL2 | + | * [http://goo.gl/zWkeU Automated specification analysis using an interactive theorem prover]. #ACL2 |
− | * [Formal analysis of fractional order systems in HOL]. #HOL | + | * [http://goo.gl/C6HfW Formal analysis of fractional order systems in HOL]. #HOL |
== Lecturas de Septiembre de 2011 == | == Lecturas de Septiembre de 2011 == | ||
− | * [Formalization of abstract state transition systems for SAT]. #Isabelle | + | * [http://goo.gl/fRfbP Formalization of abstract state transition systems for SAT]. #Isabelle |
* [http://bit.ly/pmJLlD Zeno: A tool for the automatic verification of algebraic properties of functional programs] #Isabelle #Haskell | * [http://bit.ly/pmJLlD Zeno: A tool for the automatic verification of algebraic properties of functional programs] #Isabelle #Haskell | ||
* [http://research.microsoft.com/en-us/um/people/leino/papers/krml218.pdf Automating induction with an SMT Solver]. #SMT #Z3 | * [http://research.microsoft.com/en-us/um/people/leino/papers/krml218.pdf Automating induction with an SMT Solver]. #SMT #Z3 | ||
Línea 257: | Línea 220: | ||
* [http://www.lri.fr/~paulin/LASER/lab-coq.pdf Basics of Coq]. #Coq #Tutorial | * [http://www.lri.fr/~paulin/LASER/lab-coq.pdf Basics of Coq]. #Coq #Tutorial | ||
* [http://cel.archives-ouvertes.fr/docs/00/47/58/07/PDF/coq-hurry.pdf Coq in a hurry]. #Coq #Tutorial | * [http://cel.archives-ouvertes.fr/docs/00/47/58/07/PDF/coq-hurry.pdf Coq in a hurry]. #Coq #Tutorial | ||
− | |||
* [http://www.etnassoft.com/biblioteca/programacion-funcional Programación funcional con Haskell]. #Haskell | * [http://www.etnassoft.com/biblioteca/programacion-funcional Programación funcional con Haskell]. #Haskell | ||
* [http://www.etnassoft.com/biblioteca/ejercicios-de-programacion-funcional-con-haskell Ejercicios de programación funcional con Haskell]. #Haskell | * [http://www.etnassoft.com/biblioteca/ejercicios-de-programacion-funcional-con-haskell Ejercicios de programación funcional con Haskell]. #Haskell | ||
Línea 267: | Línea 229: | ||
* [http://jfr.cib.unibo.it/article/view/1899 Implementation of Bourbaki's elements of mathematics in Coq: Part one, Theory of sets]. #Coq | * [http://jfr.cib.unibo.it/article/view/1899 Implementation of Bourbaki's elements of mathematics in Coq: Part one, Theory of sets]. #Coq | ||
* [http://sqig.math.ist.utl.pt/pub/DionisioFM/04-DGM-dlogisa.pdf Defining and using deductive systems with Isabelle]. #Isabelle | * [http://sqig.math.ist.utl.pt/pub/DionisioFM/04-DGM-dlogisa.pdf Defining and using deductive systems with Isabelle]. #Isabelle | ||
− | * [http://es.scribd.com/doc/25234088/Applications-of-Propositional-Logic-to-Cellular-Automata Some applications of propositional logic to cellular | + | * [http://es.scribd.com/doc/25234088/Applications-of-Propositional-Logic-to-Cellular-Automata Some applications of propositional logic to cellular automata]. |
* [http://hal.inria.fr/inria-00440786/en Implementation of Bourbaki's elements of mathematics in Coq: Part Two; Ordered sets, Cardinals, integers]. #Coq | * [http://hal.inria.fr/inria-00440786/en Implementation of Bourbaki's elements of mathematics in Coq: Part Two; Ordered sets, Cardinals, integers]. #Coq | ||
− | * [http://www-fourier.ujf-grenoble.fr/~sergerar/Papers/La%20Rochelle.pdf How Kenzo program works]. | + | * [http://www-fourier.ujf-grenoble.fr/~sergerar/Papers/La%20Rochelle.pdf How Kenzo program works]. #Kenzo |
== Lecturas de Octubre de 2011 == | == Lecturas de Octubre de 2011 == | ||
Línea 276: | Línea 238: | ||
* [http://jfr.cib.unibo.it/article/download/1974/1361 Basic first-order model theory in Mizar]. #Mizar | * [http://jfr.cib.unibo.it/article/download/1974/1361 Basic first-order model theory in Mizar]. #Mizar | ||
* [http://www.unirioja.es/cu/joheras/acmtsdiwtks.pdf A certified module to study digital images with the Kenzo system]. #ACL2 | * [http://www.unirioja.es/cu/joheras/acmtsdiwtks.pdf A certified module to study digital images with the Kenzo system]. #ACL2 | ||
− | * [http://bit.ly/r45fAZ What is a proof?] | + | * [http://bit.ly/r45fAZ What is a proof?] #LI |
− | |||
− | |||
* [http://www4.in.tum.de/~nipkow/pubs/cpp11.pdf Proof Pearl: The marriage theorem]. #Isabelle | * [http://www4.in.tum.de/~nipkow/pubs/cpp11.pdf Proof Pearl: The marriage theorem]. #Isabelle | ||
* [http://www.jamisbuck.org/presentations/rubyconf2011/index.html "Algorithms" is not a four-letter word]. #Algorítmica | * [http://www.jamisbuck.org/presentations/rubyconf2011/index.html "Algorithms" is not a four-letter word]. #Algorítmica | ||
* [http://ceur-ws.org/Vol-760/paper2.pdf An overview of methods for large-theory automated theorem proving] #DAT. | * [http://ceur-ws.org/Vol-760/paper2.pdf An overview of methods for large-theory automated theorem proving] #DAT. | ||
− | |||
* [http://www.etnassoft.com/biblioteca/haskell-tutorial-for-c-programmers Haskell tutorial for C programmers]. #Tutorial #Haskell | * [http://www.etnassoft.com/biblioteca/haskell-tutorial-for-c-programmers Haskell tutorial for C programmers]. #Tutorial #Haskell | ||
* [http://pierre-yves.strub.nu/research/ec/bartzia-master-report.pdf Formalisation des courbes elliptiques en Coq]. #Tesis #Coq | * [http://pierre-yves.strub.nu/research/ec/bartzia-master-report.pdf Formalisation des courbes elliptiques en Coq]. #Tesis #Coq | ||
Línea 295: | Línea 254: | ||
* [http://slidesha.re/v4QfB5 Retos y oportunidades de la IA en I+D+i con empresas]. #IA | * [http://slidesha.re/v4QfB5 Retos y oportunidades de la IA en I+D+i con empresas]. #IA | ||
* [http://ntrs.nasa.gov/archive/nasa/casi.ntrs.nasa.gov/20090040481_2009041314.pdf Compositional verification of a communication protocol for a remotely operated vehicle]. #PVS | * [http://ntrs.nasa.gov/archive/nasa/casi.ntrs.nasa.gov/20090040481_2009041314.pdf Compositional verification of a communication protocol for a remotely operated vehicle]. #PVS | ||
− | * [http://afp.sourceforge.net/entries/TLA.shtml A definitional encoding of TLA | + | * [http://afp.sourceforge.net/entries/TLA.shtml A definitional encoding of TLA* in Isabelle/HOL]. #Isabelle |
* [http://www.divms.uiowa.edu/~astump/papers/vmcai12.pdf VerSAT: a verified modern SAT solver]. #GURU | * [http://www.divms.uiowa.edu/~astump/papers/vmcai12.pdf VerSAT: a verified modern SAT solver]. #GURU | ||
* [http://www.eecs.berkeley.edu/Pubs/TechRpts/2011/EECS-2011-118.pdf Towards automated system synthesis using SCIDUCTION]. #Tesis | * [http://www.eecs.berkeley.edu/Pubs/TechRpts/2011/EECS-2011-118.pdf Towards automated system synthesis using SCIDUCTION]. #Tesis | ||
Línea 305: | Línea 264: | ||
* [http://www.mpi-inf.mpg.de/~mehlhorn/ftp/CertifyingAlgorithms.pdf Certifying algorithms]. #Algoritmos_fehacientes | * [http://www.mpi-inf.mpg.de/~mehlhorn/ftp/CertifyingAlgorithms.pdf Certifying algorithms]. #Algoritmos_fehacientes | ||
* [http://www.ioc.ee/~tarmo/papers/aplas11.pdf A Proof Pearl with the fan theorem and bar induction (Walking through infinite trees with mixed induction and coinduction)] #Coq | * [http://www.ioc.ee/~tarmo/papers/aplas11.pdf A Proof Pearl with the fan theorem and bar induction (Walking through infinite trees with mixed induction and coinduction)] #Coq | ||
− | * [http://www-personal.umich.edu/~mejn/papers/cssurvey.pdf Complex systems: A survey] | + | * [http://www-personal.umich.edu/~mejn/papers/cssurvey.pdf Complex systems: A survey] #Sistemas_complejos |
− | * [http://www.csse.monash.edu.au/~jnc/jnc-tutorial.pdf What is mathematical logic? A survey]. | + | * [http://www.csse.monash.edu.au/~jnc/jnc-tutorial.pdf What is mathematical logic? A survey]. #LI |
− | * [http://cs.ru.nl/~peterl/teaching/KeR/summary.pdf Knowledge representation and reasoning (Logic meets probability theory)] #Libro | + | * [http://cs.ru.nl/~peterl/teaching/KeR/summary.pdf Knowledge representation and reasoning (Logic meets probability theory)] #Libro #RC |
* [http://perso.crans.org/cohen/work/realalg/code/cohen.pdf Construction des nombres algébriques réels en Coq]. #Coq | * [http://perso.crans.org/cohen/work/realalg/code/cohen.pdf Construction des nombres algébriques réels en Coq]. #Coq | ||
* [https://tspace.library.utoronto.ca/bitstream/1807/31274/1/Katsumi_Megan_S_201111_MASc_thesis.pdf A methodology for the development and verification of expressive ontologies]. #Tesis #Prover9 | * [https://tspace.library.utoronto.ca/bitstream/1807/31274/1/Katsumi_Megan_S_201111_MASc_thesis.pdf A methodology for the development and verification of expressive ontologies]. #Tesis #Prover9 | ||
Línea 315: | Línea 274: | ||
* [http://jfr.cib.unibo.it/article/view/2225 A proof-theoretic account of primitive recursion and primitive iteration]. #MinLog | * [http://jfr.cib.unibo.it/article/view/2225 A proof-theoretic account of primitive recursion and primitive iteration]. #MinLog | ||
* [http://jfr.cib.unibo.it/article/view/2066 Initial semantics for higher-order typed syntax in Coq]. #Coq | * [http://jfr.cib.unibo.it/article/view/2066 Initial semantics for higher-order typed syntax in Coq]. #Coq | ||
− | |||
* [http://www.andrew.cmu.edu/user/avigad/Talks/ioannina.pdf Interactive theorem proving (A survey/tutorial, for logician)]. #Tutorial #ITP | * [http://www.andrew.cmu.edu/user/avigad/Talks/ioannina.pdf Interactive theorem proving (A survey/tutorial, for logician)]. #Tutorial #ITP | ||
* [http://www.cs.ru.nl/~herman/ictopen.pdf Can the computer really help us to prove theorems?]. #ITP #Panorama | * [http://www.cs.ru.nl/~herman/ictopen.pdf Can the computer really help us to prove theorems?]. #ITP #Panorama | ||
* [http://ggweb.stanford.edu/assets/ctx/1.0-SNAPSHOT/downloads/TechReports/OP-Cogsci-2008.pdf An empirical study of errors in translating natural language into logic]. #MDE | * [http://ggweb.stanford.edu/assets/ctx/1.0-SNAPSHOT/downloads/TechReports/OP-Cogsci-2008.pdf An empirical study of errors in translating natural language into logic]. #MDE | ||
− | * [http://www.hcs.harvard.edu/~hrp/issues/1996/Boolos.pdf The hardest logic puzzle ever]. #Rompecabeza | + | * [http://www.hcs.harvard.edu/~hrp/issues/1996/Boolos.pdf The hardest logic puzzle ever]. #Rompecabeza #LI |
Revisión actual del 07:16 28 abr 2013
Sumario
- 1 Lecturas de Enero de 2011
- 2 Lecturas de Febrero de 2011
- 3 Lecturas de Marzo de 2011
- 4 Lecturas de Abril de 2011
- 5 Lecturas de Mayo de 2011
- 6 Lecturas de Junio de 2011
- 7 Lecturas de Julio de 2011
- 8 Lecturas de Agosto de 2011
- 9 Lecturas de Septiembre de 2011
- 10 Lecturas de Octubre de 2011
- 11 Lecturas de Noviembre de 2011
- 12 Lecturas de Diciembre de 2011
Lecturas de Enero de 2011
- Semantic web reasoners and languages #RA #WS
- El 2011 y los números primos (en Haskell) #Haskell
- The dialectica interpertation in Coq #Coq
- Errores aritméticos en Haskell y en Lisp #Haskell #Lisp
- Why Lisp is a big hack (and Haskell is doomed to succeed) #Lisp #Haskell
- ProofWiki y la verificación de las demostraciones matemáticas #Verificación #MKM
- A quick and gentle guide to constraint logic programming via ECLiPSe #PL #Restricciones
- A language for mathematical knowledge management #MKM
- Automated inference of finite unsatisfiability #AR
- The free vector space on a type. #Haskell
- Formal methods applied to a floating-point number system #Z
- A machine-checked theory of floating point arithmetic #HOL_Light
- Formal verification of floating point trigonometric functions #HOL_Light
- A case study in formal verification of register-transfer logic with ACL2: The floating point adder of the AMD Athlon TM processor #ACL2
- A generic library for floating-point numbers and its application to exact computing #Coq.
- A high-level formalization of floating-point numbers in PVS #PVS
- Formal verification of floating-point programs #Coq
- The pitfalls of verifying floating-point computations #Verificación
- Floats and ropes: A case study for formal numerical program verification #Coq.
- Formal reliability analysis of combinational circuits using theorem proving #HOL
- Programación funcional con Haskell #Libro #Haskell
- Certifying compilers using higher-order theorem provers as certificate checker #Isabelle #Coq
- El tipo abstracto de datos de las colas en Haskell #Haskell
Lecturas de Febrero de 2011
- Deducción natural en lógica proposicional con Isabelle/Isar #Isabelle
- Deducción natural en lógica de primer orden con Isabelle/Isar #Isabelle
- A novel formalization of symbolic trajectory evaluation semantics in Isabelle/HOL. #Isabelle
- El tipo abstracto de datos de las colas de prioridad en Haskell #Haskell
- Program verification and functioning of operative computing revisited: How about mathematics engineering? #Verificación
- El próximo después de 1811 #Haskell
- Charming proofs: A journey into elegant mathematics #Libro #DAO
- Functional binomial queues #RF #Isabelle
- Lower semicontinuous functions #RF #Isabelle
- Lógica Informática (2010-11) #LI
- Artificial intelligence (Foundations of computational agents) #Libro #IA
Lecturas de Marzo de 2011
- Software verification turns maintstream #Verificación
- Formalising, improving, and reusing the Java module system http://bit.ly/dF68vF #Tesis #Isabelle
- SMT solvers: new oracles for the HOL theorem prover #SMT #HOL4
- Isabelle como un lenguaje funcional #Isabelle
- El tipo abstracto de datos de las pilas en Haskell #Haskell
- El tipo abstracto de datos de las colas en Haskell #Haskell
- Executable transitive closures of finite relations #RF #Isabelle
+ Reduced ordered binary decision diagram with implied literals: A new knowledge compilation approach #AR
- Introduction to artificial intelligence #Libro #IA
- Experience report: Functional programming through deep time (Modeling the first complex ecosystems on Earth) #Haskell
- Logic-based artificial intelligence #Libro #IA
- A Formalization of the C99 Standard in HOL, Isabelle and Coq #HOL #Isabelle #Coq
- Formal methods in agent-oriented software engineering #MF
- The cognitive agents specification language and verification environment #Verificación
- Software bugs and scientific progress #Verificación
- Representing model theory in a type-theoretical logical framework #RF #Twelfe
- Towards a verification framework for faulty message passing systems in PVS #PVS
Lecturas de Abril de 2011
- Por qué y cómo se hace investigación en matemáticas #CM
- Introduction to newLISP #Libro #Lisp
- Verified firewall policy transformations for test case generation #Isabelle
- An approach to modular and testable security models of real-world health-care applications #Isabelle
- Psi-calculi: a framework for mobile processes with nominal data and logic #Isabelle
- Simplification rules for intuitionistic propositional tableaux #AR
- A fast and verified algorithm for proving store-and-forward networks deadlock-free #ACL2
- Gestión mecanizada del conocimiento matemático en Topología algebraica #Tesis #ACL2
- The first formalized math wiki is here #MKM
- Extending Sledgehammer with SMT Solvers #Isabelle #SMT
- Book of proof #Libro #DAO
- The general triangle is unique #RF #Isabelle
- NASA Formal Methods #Libro #MF #Verificación
- Haskell for the cloud #Haskell
- The opentheory standard theory library #Verificación
- A Coq-based library for interactive and automated theorem proving in plane geometry #RF #Coq
- Mechanical support for efficient dissemination on the CAN overlay network #Isabelle
- A Wiki for formal mathematics #MKM
- Recent developments in computing and philosophy #Prover9
- Constructive formalization of classical modal logic. #Coq
- Proving equality between streams #Coq
- The limits of correctness #Verificación
- A formal proof of the Riesz representation theorem #RF #PVS
- A formal proof that π₁(S¹)=Z #RF #Coq
Lecturas de Mayo de 2011
- Balancing weight-balanced trees #Coq #Haskell
- A formal programming model of Orléans skeleton library #Coq
- Formal verification of a small real-time operating system #Tesis #Isabelle
- Deus ex machina. #Prover9
- Computationally-discovered simplification of the ontological argument. #Prover9
- Satisfiability of acyclic and almost acyclic CNF formulas (II) #AR
- Heaps and data structures: A challenge for automated provers #AR
- Haskell: Not pure enough? #Haskell
- Verified stack-based genetic programming via dependent types #RF #Agda #IA
- Sorpresa sumando potencias de 2 en Haskell #Haskell
- A list-machine benchmark for mechanized metatheory #AR
- The locally nameless representation #AR
- Formalização da prova do teorema de existência de unificadores mais gerais em teorias de primeira-ordem #TFM #PVS
- Solving Rubik's cube using SAT solvers #SAT
- Programação funcional: Novos horizontes para a expansão da consciência #PF
- Computer certified efficient exact reals in Coq #Coq
- Parallel and concurrent programming in Haskell #Haskell
- TRX: A formally verified parser interpreter #Coq
- Computational meta-ethics: Towards the meta-ethical robot #Prover9
- Formal metatheory of programming languages in the Matita interactive theorem prover #RF #Matita
- ALPprolog — A new logic programming method for dynamic domains #PL
- Logical formalization of semantic business vocabulary and Rules #RC
- The proof is in the pudding (The changing nature of mathematical proof) #Libro #LI
- Knowledge-based programs #RF #Isabelle
- Elegance and power #Haskell
- Validated compilation through logic #Verificación
- Teaching computational logic: Technology-enhanced learning and animations #Enseñanza #LI
- Sigma: An integrated development environment for formal ontology #RC
- Termination of Isabelle functions via termination of rewriting #AR #Isabelle
- Combining and automating classical and non-classical logics in classical higher-order logics #AR
- Rationality and escalation in infinite extensive games #Libro #RF #Coq
Lecturas de Junio de 2011
- Efficient interactive construction of machine-checked protocol security proofs in the context of dynamically compromising adversaries #TFM #RF #Isabelle
- Specification and verification: The Spec# experience #Verificación
- Formal verification of chess endgames tables #HOL4 #IA
- Integrating testing and interactive theorem proving #ACL2
- Conway’s games and some of their basic properties #Mizar
- A verified runtime for a verified theorem prover #HOL4
- Modelling distributed cognition systems in PVS #PVS
- Three chapters of measure theory in Isabelle/HOL #RF #Isabelle
- seL4 enforces integrity #Verificación #Isabelle
- Initial semantics for higher-order typed syntax in Coq #Coq
- Initial semantics for higher-order typed syntax in Coq #RF #Coq
- Formal proofs in real algebraic geometry: from ordered fields to quantifier elimination #RF #Coq
- Specification of imperative languages using operational semantics in Coq #RF #Coq
- A first-order calculus for allegories #AR
- Generating schemata of resolution proofs #AR
- On the generation of positivstellensatz witnesses in degenerate cases #RF #Coq
- Deciding Kleene algebras in Coq #RF #Coq
- Glasgow Haskell vs. Lispworks #Haskell #Lisp
- On the expressive power of unit resolution #AR
- Proceedings 15th international refinement workshop #AR
- Solving the unsolvable #AR
- Type classes for efficient exact real arithmetic in Coq #Coq
- Un problema de las olimpiadas rusas en Haskell #Haskell
- BDDs verified in a proof assistant #Isabelle
- Embedding and automating conditional logics in classical higher-order logic.
- Incidence simplicial matrices formalized in Coq/SSReflect. #RF #Coq
- Isabelle repository for relational and algebraic methods #Isabelle
- Automated engineering of relational and algebraic methods in Isabelle/HOL #Isabelle
Lecturas de Julio de 2011
- SAT solver of Howe & King as a logic program #SAT #PL
- Razonamiento formalizado para la enseñanza de las matemáticas. #Enseñanza
- El problema de las puertas en Haskell. #Haskell
- Metadata for a mathematical wiki: Initial experiments. #Mizar
- Logical verification. #Coq
- Formal proofs for theoretical properties of Newton's method. #Coq
- Formalisation de la logique de description ALC dans l'assistant de preuve Coq. #Coq, #ALC
- Vérification d'une méthode de preuve pour la logique de description ALC. #Isabelle. #ALC
- A critique of Abelson and Sussman or why calculating is better than scheming. #Haskell, #Lisp
- Experiments with computable matrices in the Coq system. #Coq
- Computing the homology of groups: the geometric way. #Kenzo
- Peut-on faire des mathématiques avec un ordinateur?. #ME
- The theory behind TheoryMind. #Isabelle
- Provably correct conflict prevention bands algorithms. #PVS
- Peut-on avoir confiance en l'informatique?. #Verificación
- Automated theorem provers a practical tool for the working mathematician. #DAO
- Expresiones aritméticas mediante tipos abstracto de datos y polinomios. #Haskell
- A verified runtime for a verified theorem prover. #ACL2
- A framework for automated and certified refinement steps. #Isabelle
- Descomposiciones en sumas de cuadrados en Haskell. #Haskell
- Interactive proof introduction to IsabelleHOL. #Isabelle
- Coq au vin (The Coq proof assistant and the Curry-Howard correspondence) #Coq
- Hardware languages and proof. #Tesis #PVS #SAL
Lecturas de Agosto de 2011
- Theorem proving for verification (the early days) #Historia
- Selecting attributes for sport forecasting using formal concept analysis #AFC
- Formal methods: practice and experience #MF
- Automated deduction for verification #DAT
- Software model checking #Model_checking
- The verified software initiative: A Manifesto #Verificación
- How can i do that with ACL2 recent enhancements to ACL2 #ACL2
- Algebraic proofs over noncommutative formulas #Cálculo_polinomial
- Studies in algebraic and propositional proof complexity #Tesis #Cálculo_polinomial
- Formalization of an efficient representation of Bernstein polynomials and applications to global optimization #PVS
- Automating algebraic methods in Isabelle #Isabelle
- A repository for Tarski-Kleene Algebras #Isabelle
- Emergence and refinement #Emergencia, #Refinamentos
- Automated proving in geometry using Gröbner bases in Isabelle/HOL #Isabelle
- How efficient can fully verified functional programs be - A case study of graph traversal algorithms #Isabelle
- Imperative functional programming with Isabelle/HOL #Isabelle
- A flexible formal verification framework for industrial scale validation #ACL2
- Bit-blasting ACL2 theorems #ACL2 #GL
- A verified framework for symbolic execution in the ACL2 theorem prover. #ACL2 #GL
- Integrating testing and interactive theorem proving #ACL2
- seL4 enforces integrity #Isabelle
- Towards flight control verification using automated theorem proving #MetiTarski
- Ott: Effective tool support for the working semanticist. #Ott #Coq #Isabelle #HOL
- Lightweight tools for heavyweight semantics. #Lem #Ott #Coq #Isabelle #HOL
- Verifying SAT and SMT in Coq for a fully automated decision procedure. #Coq #SAT #SMT
- Maximum cardinality matching. #Isabelle
- Gauss-Jordan elimination for matrices represented as functions. #Isabelle
- Verification of dependable software using Spark and Isabelle. #Isabelle
- Verification of programs in virtual memory using separation logic. #Isabelle
- Automated specification analysis using an interactive theorem prover. #ACL2
- Formal analysis of fractional order systems in HOL. #HOL
Lecturas de Septiembre de 2011
- Formalization of abstract state transition systems for SAT. #Isabelle
- Zeno: A tool for the automatic verification of algebraic properties of functional programs #Isabelle #Haskell
- Automating induction with an SMT Solver. #SMT #Z3
- Artificial intelligence techniques for understanding gothic cathedrals #Prolog
- RDFS/OWL reasoning using the MapReduce framework. #DL #SW
- Automatic proof and disproof in Isabelle/HOL. #Isabelle
- Proof Pearl: Mechanizing the textbook proof of Huffman’s algorithm. #Isabelle
- Isabelle primer for mathematicians. #Isabelle
- Majority vote algorithm revisited again #Isabelle
- A survey on interactive theorem proving #Survey #ITP
- Formalization of Wu’s simple method in Coq. #Coq
- Functional programming for Java developers. #PF #Tutorial
- Formal verification for numerical methods. #Tesis #Coq
- Practical Semantic Web and linked data applications. Lisp edition. #SW #Lisp
- Basics of Coq. #Coq #Tutorial
- Coq in a hurry. #Coq #Tutorial
- Programación funcional con Haskell. #Haskell
- Ejercicios de programación funcional con Haskell. #Haskell
- Introducción a la programación lógica con Prolog. #Prolog
- Ejercicios de programación declarativa con Prolog. #Prolog
- Verification of the OWL-time ontology. #Prover9 #Ontología
- Proof Pearl: A formal proof of Higman’s lemma in ACL2. #ACL2
- Apprendre Haskell vous fera le plus grand bien!. #Haskell
- Implementation of Bourbaki's elements of mathematics in Coq: Part one, Theory of sets. #Coq
- Defining and using deductive systems with Isabelle. #Isabelle
- Some applications of propositional logic to cellular automata.
- Implementation of Bourbaki's elements of mathematics in Coq: Part Two; Ordered sets, Cardinals, integers. #Coq
- How Kenzo program works. #Kenzo
Lecturas de Octubre de 2011
- Automated reasoning: some successes and new challenges. #RA
- Generalized and formalized uncurrying. #Isabelle
- Basic first-order model theory in Mizar. #Mizar
- A certified module to study digital images with the Kenzo system. #ACL2
- What is a proof? #LI
- Proof Pearl: The marriage theorem. #Isabelle
- "Algorithms" is not a four-letter word. #Algorítmica
- An overview of methods for large-theory automated theorem proving #DAT.
- Haskell tutorial for C programmers. #Tutorial #Haskell
- Formalisation des courbes elliptiques en Coq. #Tesis #Coq
- Progress report on the ARC Project: Creating logical models of Gothic cathedrals. #IA #Prolog #RC
- OCaml for the masses: Why the next language you learn should be functional. #FP
Lecturas de Noviembre de 2011
- Efficient mergesort. #Isabelle #AFP
- Formalization of propositional linear temporal logic in the Mizar system. #Mizar
- Verification of certifying computations #Isabelle
- Coq, a proof assistant based on higher-order intuitionistic type theory. #Coq
- Retos y oportunidades de la IA en I+D+i con empresas. #IA
- Compositional verification of a communication protocol for a remotely operated vehicle. #PVS
- A definitional encoding of TLA* in Isabelle/HOL. #Isabelle
- VerSAT: a verified modern SAT solver. #GURU
- Towards automated system synthesis using SCIDUCTION. #Tesis
Lecturas de Diciembre de 2011
- Decision procedures for program synthesis and verification. #Tesis
- Grid based propositional satisfiability solving. #Tesis #SAT
- Partial mutual exclusion for infinitely many processes. #PVS
- Certifying algorithms. #Algoritmos_fehacientes
- A Proof Pearl with the fan theorem and bar induction (Walking through infinite trees with mixed induction and coinduction) #Coq
- Complex systems: A survey #Sistemas_complejos
- What is mathematical logic? A survey. #LI
- Knowledge representation and reasoning (Logic meets probability theory) #Libro #RC
- Construction des nombres algébriques réels en Coq. #Coq
- A methodology for the development and verification of expressive ontologies. #Tesis #Prover9
- Wave equation numerical resolution: mathematics and program. #Coq
- Étude de la différentiabilité et de l'intégrabilité en Coq (Application à la formule de d'Alembert pour l'équation des ondes) #Coq
- Formalizing a proof that e is transcendental. #HOL_Light
- A proof-theoretic account of primitive recursion and primitive iteration. #MinLog
- Initial semantics for higher-order typed syntax in Coq. #Coq
- Interactive theorem proving (A survey/tutorial, for logician). #Tutorial #ITP
- Can the computer really help us to prove theorems?. #ITP #Panorama
- An empirical study of errors in translating natural language into logic. #MDE
- The hardest logic puzzle ever. #Rompecabeza #LI